Open Access Article
Patrick
Taylor
*a,
Matthew
Kusper
*a,
Tina
Hesabizadeh
a,
Luke D.
Geoffrion
a,
Fumiya
Watanabe
b,
Etienne
Herth
c and
Grégory
Guisbiers
a
aDepartment of Physics and Astronomy, University of Arkansas at Little Rock, 2801 South University Avenue, Little Rock, AR 72204, USA. E-mail: gxguisbiers@ualr.edu
bCenter for Integrative Nanotechnology Sciences, University of Arkansas at Little Rock, 2801 South University Avenue, Little Rock, AR 72204, USA
cCentre de Nanosciences et de Nanotechnologies, CNRS UMR 9001, Univ. Paris-Sud, Université Paris-Saclay, 91120, Palaiseau, France
First published on 17th February 2021
Vanadium pentoxide is the most important vanadium compound by being the precursor to most vanadium alloys. It also plays an essential role in the production of sulfuric acid as well as in metal-ion batteries and supercapacitors. In this paper, pulsed laser ablation in liquids is used to synthesize “naked” vanadium pentoxide nanostructures. The resulting particles take up “nearly-spherical” and “flower-like” morphologies, composed of α-V2O5 and β-V2O5 crystalline phases. Even “naked”, the nanostructures are stable in time with a zeta potential of −51 ± 7 mV. In order to maximize the production of vanadium pentoxide nanostructure, the optimal repetition rate was determined to be @ ∼6600 Hz when irradiating a pure vanadium target in DI-water. This corresponds to a cavitation bubble lifetime of around ∼0.15 ms. At that repetition rate, the production reached ∼10 ppm per minute of irradiation. Finally, from the characterization of the α-V2O5 and β-V2O5 nanostructures, the surface energy of each phase has been carefully determined at 0.308 and 1.483 J cm−2, respectively. Consequently, the β-phase was found to display a surface energy very close to platinum. The exciton Bohr radius has been determined at 3.5 ± 0.7 nm and 2.0 ± 0.6 nm for α-V2O5 and β-V2O5 phases, respectively.
000 tons. Utah is the primary producer with its White Mesa mill located South East of the state on the Colorado Plateau; while Arkansas, Delaware, Ohio, Pennsylvania and Texas are secondary producers.6 The importance of vanadium in chemistry is due to its wide range of oxidation states. Indeed, vanadium is often found in oxides with the following oxidation states +5 (V2O5), +4 (VO2), +3 (V2O3) and even +2 (VO). The most important oxide is vanadium pentoxide (V2O5, also known as vanadia) which is used as a catalyst for the production of sulfuric acid.5 Platinum used to be the catalyst for this chemical reaction; however, as platinum reacts with arsenic impurities possibly present in the sulphur feedstock, V2O5 is now preferred. V2O5 is also suitable in electrochemical applications.7,8 Indeed, V2O5 has been extensively studied as electrode materials in lithium-ion batteries (LIBs),9–11 in aluminum-ion batteries (AIBs),12 zinc-ion batteries (ZIBs)13,14 and in supercapacitors15,16 due to its unique crystalline structure. It is also used as a nano-powder in latent finger print detection (LFPD).17 Furthermore, the surface of V2O5 undergoes an insulator–metal transition (IMT) around ∼350–550 K (ref. 18 and 19) and this property has been successfully used to build nitrogen dioxide sensors.20 Additionally, V2O5 is also used in photo-detectors.21
Vanadium pentoxide has three polymorphs, α-V2O5 (orthorhombic), β-V2O5 (monoclinic or tetragonal) and δ-V2O5 (orthorhombic).22 The α-V2O5 phase is the most stable phase and the other two phases can be obtained under high pressure and high temperature.
V2O5 nanostructures (NSs) has been produced by wet-chemistry23 and pulsed laser deposition.24 But only a small number of groups have investigated the synthesis of vanadium oxide NSs by Pulsed Laser Ablation in Liquids (PLAL).25,26 PLAL synthesis has several advantages compared to wet-chemistry, the main one is that the surface of the synthesized nanoparticles is totally free of any contaminants i.e. left-over from chemical reactions or surfactants. This surface purity is really important for nanoparticles used as catalysts or bio-medical agents. In this work, we present a new synthesis protocol to produce “naked” (i.e. free of any contaminants) V2O5 NSs. Those V2O5 NSs are great candidates to be used in catalytic and biomedical applications. The synthesis and characterization are detailed in Sections 2 and 3, respectively. The results and discussion are mentioned in Sections 4 and 5, respectively. Finally, the conclusions are described in Section 6.
The colloidal solutions were characterized by UV-visible spectroscopy (Cary 60 from Agilent), Atomic Emission Spectroscopy (4210 MP-AES from Agilent), Raman Spectroscopy (EZRaman-N from Enwave Optronics, Inc.), X-ray diffraction (Bruker D8-Discover Diffractometer), X-ray Photoelectron Spectroscopy (K-Alpha XPS from Thermo Scientific), Dynamic Light Scattering (NanoBrook 90Plus Zeta from Brookhaven Instruments Corporation), Scanning Electron Microscopy (JEOL JSM – 7000F SEM, equipped with a field emission gun and operating at 30 kV) and Transmission Electron Microscope (JEOL-JEM-2100F TEM operating at 80 kV).
To perform Raman, XRD and SEM analysis, a droplet of the colloidal solution was deposited onto a silicon wafer and dried in an environmentally controlled glove box. The TEM analysis was performed using a copper TEM grid. X-ray Photoelectron Spectroscopy (XPS) has been performed by using the following etching condition, 200 eV for 20 seconds. The XPS spectra was analyzed with the fitting software, called Avantage.
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Fig. 1 (a) Photo of the colloidal solutions synthesized at different repetition rate from 1000 Hz to 10 000 Hz. (b) Tyndall effect observed on one of the V2O5 colloidal solution. | ||
In order to be quantitative, the vanadium concentration contained in each colloidal solution was determined by Atomic Emission Spectroscopy (AES). The data were plotted in Fig. 2b. By fitting the data, the optimal repetition rate producing the highest vanadium concentration was determined to be around 6652 Hz ± 290 Hz. By taking the reciprocal value of this repetition rate, the cavitation bubble lifetime can be estimated around 0.15 ms ± 0.01 ms. This value is similar to the one obtained when irradiating metallic target in deionized water.29–32 Hitting the target at the repetition rate higher than 6652 Hz is not going to produce more nanoparticle in solution because the laser beam is going to hit the cavitation bubble shielding the target from the beam. Therefore, in a static configuration (the laser beam hits always the same spot on the target), the optimal repetition rate was set to 6600 Hz (the smallest repetition rate increment on the ESI laser is 100 Hz). At this repetition rate, the vanadium concentration in the colloidal solution reaches ∼55 ppm within 5 min of irradiation (Fig. 2b). As V2O5 has several polymorphs, Raman spectroscopy and XRD analysis were performed to determine the exact crystalline structure of V2O5 contained in the colloidal solution. The crystalline structure adopted by the NSs produced @ 6600 Hz was the α- and β-V2O5 phases as shown by the Raman and XRD spectra (Fig. 3a and b).7,35 As shown in the inset of Fig. 3b, the quantities of α- and β-phases of V2O5 have been evaluated to 75% and 25%, respectively, by calculating the surface area underneath each peak. The β-phase is the first high pressure phase of V2O5 obtained from α-V2O5 by the application of isotropic pressure between 4 to 10 GPa at temperatures between room temperature and 1023 K.36 Based on the synthesis conditions encountered in PLAL, the α-phase seems to be produced during the early stages of bubble expansion while the β-phase seems to be produced at the end during the cavitation bubble collapse.37 By using the Scherrer equation,38 the crystallite size in both phases has been determined around ∼13 nm and ∼6 nm for the α- and β-V2O5 phases. Furthermore, the XPS spectra are shown on Fig. 3c and d. The C 1s, O 1s, and V 2p core levels were measured. The peak located at ∼517 eV corresponds to the V5+ oxidation state meaning that V2O5 is found at the surface of the NSs.39–41
The stability of the NSs present within the colloidal solution has been determined by measuring the ζ potential.42,43 It has been measured at −51 ± 7 mV indicating a stable colloidal solution (Fig. 4a). Indeed, solutions with ζ potential smaller than −30 mV or larger than +30 mV are considered as stable. The negative sign of the ζ potential means that the net charge of the scattering NS is negative. This prevents the structure from further reacting within its own environment. A rough estimation of the size distribution has been performed by Dynamic Light Scattering (DLS) revealing two main populations within the colloidal solutions (Fig. 4b). Scanning electron microscopy (SEM) was also performed to determine accurately the morphology of the V2O5 NSs.
From Fig. 5, it is clear that two main populations were produced. One population is made of “nearly-spherical” NPs with sizes below 100 nm. The other population is made of “flower-like” type of NSs with an overall size of almost a micron. The flower like structure seems to be linked to the natural tendency of V2O5 to grow as a monolayer.44 Furthermore, a closer look at the NSs by Transmission Electron Microscopy (TEM) revealed that the “nearly-spherical” NPs were adopting an α-phase V2O5 while the “flower-like” type NSs were adopting the β-phase V2O5 (Fig. 6). Finally, the energy bandgap of both types of NSs was determined by using the Tauc plot (Fig. 7). The Tauc plot is achieved by plotting (αhν)1/rversus the energy of light using 1/2 as numerical value for the parameter r. The value of r denotes the nature of the transition: r = 1/2 for a direct transition while r = 2 for an indirect transition. By extrapolating the linear regime of the Tauc plot to the abscissa yields to the energy bandgap.45,46 From Fig. 7, two energies bandgap were determined at 2.50 eV and 3.65 eV, both corresponding to a direct transition. At the bulk scale, the energies bandgap of α- and β-V2O5 have been determined at 2.30 and 3.45 eV, respectively.47,48 Therefore, it is normal to measure a slightly larger value for each energy bandgap due size effects affecting material properties at the nanoscale.49,50
In this paper, α- and β-V2O5 NSs were obtained by irradiating, at high repetition rate i.e. in the kHz regime, a target made of vanadium flakes immerged into de-ionized (DI) water. A new morphology was synthesized beside the “nearly spherical” NPs, and it looks like a “flower-like” NSs. All the groups used either distilled or de-ionized water as solvent. All the groups used a nanosecond laser meaning that the pulse duration is in the nanosecond regime. A table summarizing the synthesis conditions of all the groups is shown in Table 1.
| Parameters | Ref. 33 | Ref. 34 | This work |
|---|---|---|---|
| Type of laser | Nd:YAG | Nd:YAG | Nd:YAG |
| Wavelength | 1064 nm | 1064 nm | 1064 nm |
| Repetition rate | 0.3 kHz | 1 kHz | 1–10 kHz |
| Pulse duration | 150 ns | 200 ns | 75–200 ns |
| Fluence | ∼80 J cm−2 | ∼80 J cm−2 | 76–764 J cm−2 |
| Irradiation time | 10 min | 265 min | 5 min |
| Solvent | Distilled water | Distilled water | DI water |
| Populations | 2 | 1 | 2 |
| Size | ∼10 nm & ∼60 nm | ∼6 nm | ∼13 nm & x ∼ 200 nm, y ∼ 300 nm and z ∼ 60 nm |
| Crystalline structure | β-V2O5 | β-V2O5 | α-V2O5; β-V2O5 |
| Morphology | Spherical NPs | Spherical NPs | Nearly-spherical NPs; “flower-like NSs” |
| Potential application | Biomedical sensor | Biomedical sensor | Catalyst |
To be complete, there is a paper published in 2019 by Val'yano et al.51 who reported the synthesis of V16O3 by PLAL. The average nanoparticle size was around ∼45 nm. Most of the synthesized nanoparticles were amorphous. The target was rotating at 2 rpm so the irradiation spot was circularly displaced on the target surface. Therefore, the key parameters to produce those “flower-like” V2O5 NSs seems to be the larger fluence used in this paper and the higher repetition rate.
Theoretically, the size effect on the energy bandgap of V2O5 can be predicted by using nano-thermodynamics.49 According the theory, the energy bandgap of the nanostructure can be expressed as:
![]() | (1) |
![]() | (2) |
In Fig. 7a, the energy difference, ΔEg, between the V2O5 nanostructure and the bulk has been determined to be 0.2 eV. Therefore, by using the Scherrer equation on the XRD spectra (Fig. 7b) the crystallite size has been determined around 13 nm for the α-V2O5 nanostructure. By assuming the crystallite size is the same as the size of the nanostructure, the αshape parameter for an α-V2O5 sphere has been determined at 1.13 nm. By assuming a rectangular morphology for the β-V2O5 flake having the following dimensions, x ∼ 200 nm, y ∼ 300 nm and z ∼ 60 nm, is estimated to be around 3.48 nm. It is possible to predict the surface energy of α-V2O5 and β-V2O5 by using the definition of αshape. Indeed, αshape is defined as:
![]() | (3) |
From Table 2, and γl are well known experimentally; the surface to volume ratio of the α-V2O5 nanostructures is very similar to the one of a sphere (∼6/D). Therefore, by using αshape = 1.13 nm, γs is predicted to be around 0.308 J m−2. This value is well within the range of theoretical values, 0.171 and 0.893 J m−2, announced by Kristoffersen et al. for α-V2O5 (ref. 56) as well as the range of theoretical values 0.047 and 0.550 J m−2 reported by Goclon et al.57 By using αshape = 3.48 nm for the β-V2O5 flake, the γs is predicted to be around 1.483 J m−2. It makes sense to get a larger surface energy value for the β-V2O5 phase than for the α-V2O5 phase, as the α-V2O5 is the most thermodynamically stable. Higher surface energies generally correspond to higher surface chemical reactivities; consequently, β-V2O5 flake is more catalytically active than α-V2O5.58 Furthermore, the surface energy of β-V2O5 flake is very close to the one of Platinum (Pt). Indeed, the surface energy of Pt ranges between 1.464 and 1.935 J m−2 depending on its crystalline orientation.58
By using the following equation, the atomic Bohr radius of V2O5 can also be predicted:50
| log(aB,ex) = a + b × log(Eg) | (4) |
Consequently, in order to obtain quantum nanostructures of V2O5 with the PLAL protocol, it is necessary to increase the irradiation time. This can be done by adding a second step irradiation to the current protocol; indeed, the first step is to produce the nanostructures in solution by irradiating the target, while the second step would just irradiate the colloidal solution without the target being present.
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